FusionPapers
図版検索トレンドwiki日本の研究
© 2026 FUSIONPAPERS
About法務情報
トップに戻る

Magnetic analysis of non-circular cross-section tokamaks

J.L. Luxon, B.B. Brown1982年被引用 121Nuclear FusionIF 3出版社

Techniques are presented for determining the MHD equilibrium configuration for circular and non-circular plasmas from measurements of the magnetic field and flux made outside the discharge. Least-squares minimization techniques are introduced to provide an objective means for comparing the experimental data with the corresponding calculated equilibrium and for error estimation. Free-boundary equilibria using a simple model for the plasma-current profile with three free parameters – total current, poloidal beta, and a single parameter describing the peakedness of the current profile – are found to be statistically adequate and sufficient to describe the magnetic configuration of the discharge. In plasmas with significant non-circularity, the Shafranov dimensionless inductance, ℓi, can be determined independent of βp. Examples of the application of the technique to discharges in the Doublet-Ill tokamak are presented.

日本語訳

円形および非円形プラズマのMHD平衡を、放電外部での磁場および磁束の測定から決定する手法を提示する。最小二乗法による最適化手法を導入し、実験データと対応する計算平衡を比較する客観的手段を提供するとともに、誤差評価を行う。プラズマ電流分布の簡単なモデルを用いた自由境界平衡は、3つの自由パラメータ(全電流、ポロイダルベータ、電流分布の尖り度を表す単一パラメータ)によって、放電の磁気的配位を統計的に十分かつ適切に記述できることが示される。有意な非円形性を有するプラズマでは、シャフラノフ無次元インダクタンスℓiをβpとは独立に決定できる。本手法をダブレットIIIトカマクの放電に適用した例を示す。

この論文にはまだAI要約がありません。

関連論文

An efficient technique for magnetic analysis of non-circular, high-beta tokamak equilibria

1982Nuclear Fusion

Separation of p and ℓi in tokamaks of non-circular cross-section

1985Nuclear Fusion

A pressure profile analysis of high-beta ISX-B tokamak plasmas using MHD equilibrium geometry

1983Nuclear Fusion

MHD equilibrium in non-circular tokamaks with field-shaping coil systems

1978Nuclear Fusion

Magnetic measurements of plasma configuration parameters in a tokamak

1986Nuclear Fusion

Fast determination of plasma parameters through function parametrization

1986Nuclear Fusion

Bayesian inference of axisymmetric plasma equilibrium

2022Nuclear Fusion

An inverse equilibrium tool to define axisymmetric plasma equilibria

2019Plasma Physics and Controlled Fusion

Tokamak plasma equilibrium with non-uniform current distribution

1986Plasma Physics and Controlled Fusion

The linearized CREATE-L plasma response model for the control of current, position and shape in tokamaks

1998Nuclear Fusion